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Solution 14.3

From Mechanics

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(New page: The diagram shows the forces acting. Image:14.3.gif Taking moments about the left hand support: <math>\begin{align} & {{R}_{B}}\times 3=49\times 1+196\times 1\textrm{.}5 \\ & ...)
Current revision (17:03, 10 March 2011) (edit) (undo)
 
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[[Image:14.3.gif]]
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[[Image:14.3a.gif]]
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<math>\begin{align}
<math>\begin{align}
& {{R}_{A}}+114\textrm{.}3=49+196 \\
& {{R}_{A}}+114\textrm{.}3=49+196 \\
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& {{R}_{A}}=49+196-114\textrm{.}3=130.7\text{ N} \\
+
& {{R}_{A}}=49+196-114\textrm{.}3=130\textrm{.}7\text{ N} \\
\end{align}</math>
\end{align}</math>

Current revision

The diagram shows the forces acting.


Image:14.3a.gif


Taking moments about the left hand support:


RB3=491+1961.5RB=3491+1961.5=114.3 N


Taking moments about the right hand support:


RA3=492+1961.5RB=3492+1961.5=130.7 N


Or:

RA+114.3=49+196RA=49+196114.3=130.7 N